In this experiment, I want to find out if I use a Fresnel lense on a solar panel, then will you get more voltage output than just a regular solar panel in different types of light.
Broad Question
What is the best way to get more energy output?
Specific Question
What are the impacts of a solar panel with a Fresnel lense compared to no lense in different lighting?
Hypothesis
There will be more voltage out of the solar panel with the Fresnel lense in the sunlight vs. in the artificial light without the fresnel lense
Graph of Hypothesis
Variables
Independent Variable: The solar panel with the Fresnel lense
Dependent Variable: The voltage output.
Variables That Need To Be Controlled: The solar panel with no Fresnel lense in different lighting.
Vocabulary List That Needs Explanation
Fresnel Lense: A lense made out of plastic, and designed to focus the light in one place.
Output: How much energy the solar panel gives off.
General Plan:
In this experiment, I am going to take 2 of the same solar panels, then put Fresnel lense on one of them and measure the voltage output on each of the solar panels in sunlight and in artificial light..
Potential Problems And Solutions
Not enough sunlight, will have to do artificial light first, then wait for a day that is sunny.
Safety Or Environmental Concerns
There won't be enough sunlight, or the wind will affect the experiment.
I am going to measure the voltage output of the solar panels.
Number Of Trials:
I will measure 2 different times during the experiment
Number Of Subjects In Each trial:
In this experiment I will measure just 1 solar panel.
Number of Observations:
Throughout the experiment, I will make 4 observations per experiment.
When will the data be collected?
The voltage measure will be collected before, during and after the experiment.
Where will data be collected?:
Where the solar panels are.
Resources and Budget Table
Item
Number needed
Where I will get this
Cost
Solar Panels
2
My dad
?
Fresnel Lense
1
Walmart, other department stores or online
$1-$5
Sunlight
1
Outside
$0
Artificial light
1
In my house
$0
Poster Board
1
Mr.Groves
$5
Detailed Procedure
Step 1: Collect all your materials from the table above. (Excluding poster board)
Step 2: Set up the solar panels on a board (material of your choice), in the sunlight and hold a Fresnel lense above one of the solar panels for 1 minute.
Step 3: Measure the voltage output after 1 minute on each solar panel
Step 4: Compare both solar panels, take note of comparison
Step 5: Make a graph comparing the two voltage measures
Step 6: Repeat steps 1-5 with artificial light.
Step 7: Finish wiki, put on research, results, data, pictures, etc; and write a conclusion
Step 8: Buy a poster board from Mr. Groves, and add the graphs, some pictures, and a model.
Step 9: Finishing touches on poster board and other work
Step 10: Science Fair Project is ready.
Diagram
Photo List
Time Line
February 9: Have all the materials, start the project
February 10: Set up the solar panels outside in the sunlight.
February 11: Measure the voltage output, on both, compare
February 12: Set up the solar panels with artificial light
February 13: Measure the voltage output, compare the graphs
February 15: Make a poster board with the results, and pictures and information from the experiment.
February 16-17: If not finished, finish poster board, make a conclusion
February 20: Experiment done, project done, make adjustments if necessary.
March 19: KMS Science Fair
May 9: Mount Washington Valley Science Fair
Data Table
Data Analysis
The numbers inside of my experiment went as planned, and there weren't any big problems, other than there wasn't a lot of sunshine for a while, so I had to put off the experiment a little bit. Overall, the experiment went very well.
All Raw Data
In artificial light after about 1 minute: 0.05-0.20 vdc
In sunlight after about 1 minute: 0.50- 1.25
My hypothesis was correct, and the voltage jumped when the Fresnel lense was applied. In artificial light: Without: 0.15-0.20 vdc. With: 0.90-1.20 vdc. Using a Fresnel lense will definitely benefit your energy uses.
Conclusion
My hypothesis was that the solar panel with the Fresnel lense would give out more voltage output than the others. Because, the light is focused. Well, this was proven. If you focus the light in one spot for at least 1 minute, then the voltage power of the solar panel will jump about 90%. Right in front of the light, the jump from no Fresnel lense to with one is 100%. So, my conclusion is that using a Fresnel lense within a solar panel is guaranteed to increase the voltage power by 90-100%.
Discussion
During the experiment, everything went as planned, and the solar panels cooperated. The voltage went up farther than I expected, and the experiment went well. The artificial light was a 50 watt halogen light bulb.
Benefit to Community and/or Science
This might benefit the community and or science because you won't have to use so much power with the things that you use most. If you use a Fresnel lense, which my experiment has proven; then there will be more power withing the panel so therefore there would be more power with what you are using the solar panel to power.
Background Research
The Fresnel lenses that I am using in my experiment are made out of plastic. Some are made of glass, or other materials. This doesn't effect the experiment because all of them are used for the same purpose, focusing light. The solar panels in my experiment are made of plastic, and are very sensitive to the light. At the beginning of the experiment, there was no voltage in the solar panels. This made it easier to do the experiment so that I could measure the voltage accurately. Solar panels are used for things like electricity inside of your house, or maybe even heat. They come in so many different sizes, from the size of a roof on a house, to small enough to fit in your hand. Some calculators are even powered by a solar panel. Solar panels are usually made of plastic or glass. And mostly are the color black, because that attracts the light, and the sun.
Table of Contents
Title
Green EnergyProblem Scenario
In this experiment, I want to find out if I use a Fresnel lense on a solar panel, then will you get more voltage output than just a regular solar panel in different types of light.Broad Question
What is the best way to get more energy output?Specific Question
What are the impacts of a solar panel with a Fresnel lense compared to no lense in different lighting?Hypothesis
There will be more voltage out of the solar panel with the Fresnel lense in the sunlight vs. in the artificial light without the fresnel lenseGraph of Hypothesis
Variables
Independent Variable: The solar panel with the Fresnel lense
Dependent Variable: The voltage output.
Variables That Need To Be Controlled: The solar panel with no Fresnel lense in different lighting.
Vocabulary List That Needs Explanation
Fresnel Lense: A lense made out of plastic, and designed to focus the light in one place.Output: How much energy the solar panel gives off.
General Plan:
In this experiment, I am going to take 2 of the same solar panels, then put Fresnel lense on one of them and measure the voltage output on each of the solar panels in sunlight and in artificial light..Potential Problems And Solutions
Not enough sunlight, will have to do artificial light first, then wait for a day that is sunny.Safety Or Environmental Concerns
There won't be enough sunlight, or the wind will affect the experiment.Experimental Design
(add the correct headings from the experimental design page before beginning)What is your experimental unit?
I am going to measure the voltage output of the solar panels.Number Of Trials:
I will measure 2 different times during the experimentNumber Of Subjects In Each trial:
In this experiment I will measure just 1 solar panel.Number of Observations:
Throughout the experiment, I will make 4 observations per experiment.When will the data be collected?
The voltage measure will be collected before, during and after the experiment.Where will data be collected?:
Where the solar panels are.Resources and Budget Table
Detailed Procedure
Step 1: Collect all your materials from the table above. (Excluding poster board)Step 2: Set up the solar panels on a board (material of your choice), in the sunlight and hold a Fresnel lense above one of the solar panels for 1 minute.
Step 3: Measure the voltage output after 1 minute on each solar panel
Step 4: Compare both solar panels, take note of comparison
Step 5: Make a graph comparing the two voltage measures
Step 6: Repeat steps 1-5 with artificial light.
Step 7: Finish wiki, put on research, results, data, pictures, etc; and write a conclusion
Step 8: Buy a poster board from Mr. Groves, and add the graphs, some pictures, and a model.
Step 9: Finishing touches on poster board and other work
Step 10: Science Fair Project is ready.
Diagram
Photo List
Time Line
February 9: Have all the materials, start the projectFebruary 10: Set up the solar panels outside in the sunlight.
February 11: Measure the voltage output, on both, compare
February 12: Set up the solar panels with artificial light
February 13: Measure the voltage output, compare the graphs
February 15: Make a poster board with the results, and pictures and information from the experiment.
February 16-17: If not finished, finish poster board, make a conclusion
February 20: Experiment done, project done, make adjustments if necessary.
March 19: KMS Science Fair
May 9: Mount Washington Valley Science Fair
Data Table
Data Analysis
The numbers inside of my experiment went as planned, and there weren't any big problems, other than there wasn't a lot of sunshine for a while, so I had to put off the experiment a little bit. Overall, the experiment went very well.All Raw Data
In artificial light after about 1 minute: 0.05-0.20 vdcIn sunlight after about 1 minute: 0.50- 1.25
Graphs
Photos
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 width="155" height="124"]]Results
My hypothesis was correct, and the voltage jumped when the Fresnel lense was applied. In artificial light: Without: 0.15-0.20 vdc. With: 0.90-1.20 vdc. Using a Fresnel lense will definitely benefit your energy uses.Conclusion
My hypothesis was that the solar panel with the Fresnel lense would give out more voltage output than the others. Because, the light is focused. Well, this was proven. If you focus the light in one spot for at least 1 minute, then the voltage power of the solar panel will jump about 90%. Right in front of the light, the jump from no Fresnel lense to with one is 100%. So, my conclusion is that using a Fresnel lense within a solar panel is guaranteed to increase the voltage power by 90-100%.Discussion
During the experiment, everything went as planned, and the solar panels cooperated. The voltage went up farther than I expected, and the experiment went well. The artificial light was a 50 watt halogen light bulb.Benefit to Community and/or Science
This might benefit the community and or science because you won't have to use so much power with the things that you use most. If you use a Fresnel lense, which my experiment has proven; then there will be more power withing the panel so therefore there would be more power with what you are using the solar panel to power.Background Research
The Fresnel lenses that I am using in my experiment are made out of plastic. Some are made of glass, or other materials. This doesn't effect the experiment because all of them are used for the same purpose, focusing light. The solar panels in my experiment are made of plastic, and are very sensitive to the light. At the beginning of the experiment, there was no voltage in the solar panels. This made it easier to do the experiment so that I could measure the voltage accurately. Solar panels are used for things like electricity inside of your house, or maybe even heat. They come in so many different sizes, from the size of a roof on a house, to small enough to fit in your hand. Some calculators are even powered by a solar panel. Solar panels are usually made of plastic or glass. And mostly are the color black, because that attracts the light, and the sun.References
Information about solar panels:http://environment.nationalgeographic.com/environment/global-warming/solar-power-profile/
Information about Fresnel lenses:
http://www.howstuffworks.com/question244.htm
Abstract